BERNSTEIN'S FIRST SUMMABLE OPERATORS ON THE SPECIAL REAL ORTHOGONAL GROUP SO(n)

摘要

We study the structure of Bernstein’s first summable operators and show that they con-verge uniformly to continuons functions on the special real orthogonal group SO(n)in thispaper.In addition,we have also discussed the approximation degree to a class of functionLipα(0α≤1)on SO(n).